Annotate article with highlight. there is steps to highlight which is to show the problem, purpose,object of study, and relevance which is what do the authors suggest is the significance of their work to the field? also main findings which is where does this source list some of the main findings or conclusions from the project? and connection to other source which is where do concepts and thoughts from this text connect to other sources that you have read? just highlight and brief comments in each part

Annotate article with highlight. there is steps to highlight which is to show the problem, purpose,object of study, and relevance which is what do the authors suggest is the significance of their work to the field? also main findings which is where does this source list some of the main findings or conclusions from the project? and connection to other source which is where do concepts and thoughts from this text connect to other sources that you have read? just highlight and brief comments in each part

info@checkyourstudy.com Annotate article with highlight. there is steps to highlight … Read More...
According to the text, which of the following is an example of the negative consequences associated with rapidly changing emotions? Frequent emotional swings cause stress to both the person experiencing them and surrounding others. Frequent emotional swings limit the individual’s capacity to adapt to any one environment. Frequent emotional swings create social distance and sometimes result in chronic depression. Frequent emotional swings typically create many more negative emotional experiences than positive emotional experiences.

According to the text, which of the following is an example of the negative consequences associated with rapidly changing emotions? Frequent emotional swings cause stress to both the person experiencing them and surrounding others. Frequent emotional swings limit the individual’s capacity to adapt to any one environment. Frequent emotional swings create social distance and sometimes result in chronic depression. Frequent emotional swings typically create many more negative emotional experiences than positive emotional experiences.

According to the text, which of the following is an … Read More...
write one page assignment, two paragraph. write it with easy vocabulary and in easy way. the article contains some spanish, you need to translate it to understand the whole text. i want that paper after 2 hours because i have to study. if you write the paper well, i will deal with you because i have many assignment on the same topics.

write one page assignment, two paragraph. write it with easy vocabulary and in easy way. the article contains some spanish, you need to translate it to understand the whole text. i want that paper after 2 hours because i have to study. if you write the paper well, i will deal with you because i have many assignment on the same topics.

info@checkyourstudy.com Whatsapp +919911743277
Prompt for Essay 2: Argumentative on Drama Write a strongly persuasive essay on one of the following: 1. In Trifles, once the women have pieced together the clues and solved the mystery of Mr. Wright’s death, they quickly come to an agreement to suppress the information from the men who are investigating the murder. Construct an argument in which you identify whether the women were right to withhold their discovery from the investigators or not. 2. In August Wilson’s Fences, are Troy’s problems self-created or is he a victim of his past? Make a convincing argument on this issue. 3. Oedipus downfall in Oedipus the King: fate, freewill or influence of others Take Note as you write all the essays: If you craft your thesis well, it will contain a set of key words, phrases, and ideas which should then show up in key places/transitions throughout your paper. This stylistic and structural practice builds coherence and clarity in your essay. Sub-claims (Reasons) & Evidence (Textual Evidence): Your thesis/main claim statement must be supported by clearly organized evidence drawn primarily from the text of the story itself. Your argument, then, will be arranged with a main claim/thesis, sub-claims (reasons), and textual evidence. Take care to note that your textual evidence (quoted, paraphrased or summarized bits from the story) is not self-evident; it requires explanatory comment preceding it—to direct readers to what specifically in the evidence illustrates your sub-claim and main claim—and often following it for full elaboration and/or recapitulation. • Review the section in A Writer’s Reference on the MLA and Plagiarism • Use Writing Resources in the Course documents tab. MLA Style: Please follow MLA guidelines in formatting, mechanics and stylistics. Papers that do not follow MLA style will not be graded. I advise you look at the sample MLA papers in your textbooks You do not need any secondary source citations or research to support your analysis, but you must cite the source for the story being analyzed and A Writer’s Reference.

Prompt for Essay 2: Argumentative on Drama Write a strongly persuasive essay on one of the following: 1. In Trifles, once the women have pieced together the clues and solved the mystery of Mr. Wright’s death, they quickly come to an agreement to suppress the information from the men who are investigating the murder. Construct an argument in which you identify whether the women were right to withhold their discovery from the investigators or not. 2. In August Wilson’s Fences, are Troy’s problems self-created or is he a victim of his past? Make a convincing argument on this issue. 3. Oedipus downfall in Oedipus the King: fate, freewill or influence of others Take Note as you write all the essays: If you craft your thesis well, it will contain a set of key words, phrases, and ideas which should then show up in key places/transitions throughout your paper. This stylistic and structural practice builds coherence and clarity in your essay. Sub-claims (Reasons) & Evidence (Textual Evidence): Your thesis/main claim statement must be supported by clearly organized evidence drawn primarily from the text of the story itself. Your argument, then, will be arranged with a main claim/thesis, sub-claims (reasons), and textual evidence. Take care to note that your textual evidence (quoted, paraphrased or summarized bits from the story) is not self-evident; it requires explanatory comment preceding it—to direct readers to what specifically in the evidence illustrates your sub-claim and main claim—and often following it for full elaboration and/or recapitulation. • Review the section in A Writer’s Reference on the MLA and Plagiarism • Use Writing Resources in the Course documents tab. MLA Style: Please follow MLA guidelines in formatting, mechanics and stylistics. Papers that do not follow MLA style will not be graded. I advise you look at the sample MLA papers in your textbooks You do not need any secondary source citations or research to support your analysis, but you must cite the source for the story being analyzed and A Writer’s Reference.

Project 1: Particle Trajectory in Pleated Filters Due: 12:30 pm, Dec. 1, 2015, submission through blackboard Course: Numerical Methods Instructor: Dr. Hooman V. Tafreshi Most aerosol filters are made of pleated fibrous media. This is to accommodate as much filtration media as possible in a limited space available to an air filtration unit (e.g., the engine of a car). A variety of parameters contribute to the performance of a pleated filter. These parameters include, but are not limited to, geometry of the pleat (e.g., pleat height, width, and count), microscale properties of the fibrous media (e.g., fiber diameters, fiber orientation, and solid volume fraction), aerodynamic and thermal conditions of the flow (e.g., flow velocity, temperature, and operating pressure), and particle properties (e.g., diameter, density, and shape). Figure 1: Examples of pleated air filters [1‐2]. In this project you are asked to calculate the trajectory of aerosol particles as they travel inside a rectangular pleat channel. Due to the symmetry of the pleat geometry, you only need to simulate one half of the channel (see Figure 2). Figure 2: The simulation domain and boundary conditions (the figure’s aspect ratio is altered for illustration purposes). Trajectory of the aerosol particles can be calculated in a 2‐D domain by solving the Newton’s 2nd law written for the particles in the x‐ and y‐directions, v(h) inlet velocity fibrous media v(y) y tm l h x Ui u(l) u(x) 2 2 p 1 p 1 ( , ) d x dx u x y dt  dt    2 2 p 1 p 1 ( , ) d y dy v x y dt  dt    where 2 1/18 p p   d    is the particle relaxation time, 10 μm p d  is the particle diameter, 1000 kg/m3 p   is the particle density, and   1.85105 Pa.s is the air viscosity. Also, u(x, y) and v(x, y) represent the components of the air velocity in the x and y directions inside the pleat channel, respectively. The x and y positions of the particles are denoted by xp and yp, respectively. You may use the following expressions for u(x, y) and v(x, y) .     2 3 1 2 u x, y u x y h                  sin 2 v x,y v h π y h        where   i 1 u x U x l h          is the average air velocity inside the pleat channel in the x‐direction and Ui is the velocity at the pleat entrance (assume 1 m/s for this project). l = 0.0275 m and h =0.0011 m are the pleat length and height, respectively. Writing the conservation of mass for the air flowing into the channel, you can also obtain that   i v h U h l h         . These 2nd order ODEs can easily be solved using a 4th order Rung‐Kutta method. In order to obtain realistic particle trajectories, you also need to consider proper initial conditions for the velocity of the particles: x(t  0)  0 , ( 0) i p p y t   y , p ( 0) cos i i dx t U dt    , p ( 0) sin i i dy t U dt     . where i  is the angle with respect to the axial direction by which a particle enters the pleat channel (see Figure 3). The inlet angle can be obtained from the following equation: 2 75 0.78 +0.16 1.61St i i p p i y y e h h                    where   2 St 18 2 ρPdPUi μ h  is the particles Stokes number. Figure 3: An illustration of the required particle trajectory calculation inside a rectangular pleated filter. You are asked to calculate and plot the trajectories of particles released from the vertical positions of ?? ? ? 0.05?, ?? ? ? 0.25?, ?? ? ? 0.5?, ?? ? ? 0.75? , and ?? ? ? 0.95? in one single figure. To do so, you need to track the trajectories until they reach one of the channel walls (i.e., stop when xp  l or p y  h ). Use a time step of 0.00001 sec. For more information see Ref. [3]. For additional background information see Ref. [4] and references there. In submitting your project please stick to following guidelines: 1‐ In blackboard, submit all the Matlab files and report in one single zip file. For naming your zip file, adhere to the format as: Lastname_firstname_project1.zip For instance: Einstein_albert_project1.zip 2‐ The report should be in pdf format only with the name as Project1.pdf (NO word documents .docx or .doc will be graded). 3‐ Your zip file can contain as many Matlab files as you want to submit. Also please submit the main code which TA’s should run with the name as: Project1.m (You can name the function files as you desire). Summary of what you should submit: 1‐ Runge–Kutta 4th order implementation in MATLAB. 2‐ Plot 5 particle trajectories in one graph. 3‐ Report your output (the x‐y positions of the five particles at each time step) in the form of a table with 11 columns (one for time and two for the x and y of each particle). Make sure the units are second for time and meter for the x and y. 4‐ Write a short, but yet clean and professional report describing your work. Up to 25% of your grade will be based solely on the style and formatting of your report. Use proper heading for each section of your report. Be consistent in your font size. Use Times New Roman only. Make sure that figures have proper self‐explanatory captions and are cited in the body of the report. Make sure that your figures have legends as well as x and y labels with proper and consistent fonts. Don’t forget that any number presented in the report or on the figures has to have a proper unit. Equations and pages in your report should be numbered. Embed your figures in the text. Make sure they do not have unnecessary frames around them or are not plotted on a grey background (default setting of some software programs!). inlet angle Particle trajectory i p y i 0 p x  Important Note: It is possible to solve the above ODEs using built‐in solvers such as ode45 in MATLAB, and you are encouraged to consider that for validating your MATLAB program. However, the results that you submit for this project MUST be obtained from your own implementation of the 4th order Runge‐Kutta method. You will not receive full credit if your MATALB program does not work, even if your results are absolutely correct! References: 1. http://www.airexco.net/custom‐manufacturedbr12‐inch‐pleated‐filter‐c‐108_113_114/custommadebr12‐ inch‐pleated‐filter‐p‐786.html 2. http://www.ebay.com/itm/Air‐Compressor‐Air‐Filter‐Element‐CFE‐275‐Round‐Pleated‐Filter‐ /251081172328 3. A.M. Saleh and H.V. Tafreshi, A Simple Semi‐Analytical Model for Designing Pleated Air Filters under Loading, Separation and Purification Technology 137, 94 (2014) 4. A.M. Saleh, S. Fotovati, H.V. Tafreshi, and B. Pourdeyhimi, Modeling Service Life of Pleated Filters Exposed to Poly‐Dispersed Aerosols, Powder Technology 266, 79 (2014)

Project 1: Particle Trajectory in Pleated Filters Due: 12:30 pm, Dec. 1, 2015, submission through blackboard Course: Numerical Methods Instructor: Dr. Hooman V. Tafreshi Most aerosol filters are made of pleated fibrous media. This is to accommodate as much filtration media as possible in a limited space available to an air filtration unit (e.g., the engine of a car). A variety of parameters contribute to the performance of a pleated filter. These parameters include, but are not limited to, geometry of the pleat (e.g., pleat height, width, and count), microscale properties of the fibrous media (e.g., fiber diameters, fiber orientation, and solid volume fraction), aerodynamic and thermal conditions of the flow (e.g., flow velocity, temperature, and operating pressure), and particle properties (e.g., diameter, density, and shape). Figure 1: Examples of pleated air filters [1‐2]. In this project you are asked to calculate the trajectory of aerosol particles as they travel inside a rectangular pleat channel. Due to the symmetry of the pleat geometry, you only need to simulate one half of the channel (see Figure 2). Figure 2: The simulation domain and boundary conditions (the figure’s aspect ratio is altered for illustration purposes). Trajectory of the aerosol particles can be calculated in a 2‐D domain by solving the Newton’s 2nd law written for the particles in the x‐ and y‐directions, v(h) inlet velocity fibrous media v(y) y tm l h x Ui u(l) u(x) 2 2 p 1 p 1 ( , ) d x dx u x y dt  dt    2 2 p 1 p 1 ( , ) d y dy v x y dt  dt    where 2 1/18 p p   d    is the particle relaxation time, 10 μm p d  is the particle diameter, 1000 kg/m3 p   is the particle density, and   1.85105 Pa.s is the air viscosity. Also, u(x, y) and v(x, y) represent the components of the air velocity in the x and y directions inside the pleat channel, respectively. The x and y positions of the particles are denoted by xp and yp, respectively. You may use the following expressions for u(x, y) and v(x, y) .     2 3 1 2 u x, y u x y h                  sin 2 v x,y v h π y h        where   i 1 u x U x l h          is the average air velocity inside the pleat channel in the x‐direction and Ui is the velocity at the pleat entrance (assume 1 m/s for this project). l = 0.0275 m and h =0.0011 m are the pleat length and height, respectively. Writing the conservation of mass for the air flowing into the channel, you can also obtain that   i v h U h l h         . These 2nd order ODEs can easily be solved using a 4th order Rung‐Kutta method. In order to obtain realistic particle trajectories, you also need to consider proper initial conditions for the velocity of the particles: x(t  0)  0 , ( 0) i p p y t   y , p ( 0) cos i i dx t U dt    , p ( 0) sin i i dy t U dt     . where i  is the angle with respect to the axial direction by which a particle enters the pleat channel (see Figure 3). The inlet angle can be obtained from the following equation: 2 75 0.78 +0.16 1.61St i i p p i y y e h h                    where   2 St 18 2 ρPdPUi μ h  is the particles Stokes number. Figure 3: An illustration of the required particle trajectory calculation inside a rectangular pleated filter. You are asked to calculate and plot the trajectories of particles released from the vertical positions of ?? ? ? 0.05?, ?? ? ? 0.25?, ?? ? ? 0.5?, ?? ? ? 0.75? , and ?? ? ? 0.95? in one single figure. To do so, you need to track the trajectories until they reach one of the channel walls (i.e., stop when xp  l or p y  h ). Use a time step of 0.00001 sec. For more information see Ref. [3]. For additional background information see Ref. [4] and references there. In submitting your project please stick to following guidelines: 1‐ In blackboard, submit all the Matlab files and report in one single zip file. For naming your zip file, adhere to the format as: Lastname_firstname_project1.zip For instance: Einstein_albert_project1.zip 2‐ The report should be in pdf format only with the name as Project1.pdf (NO word documents .docx or .doc will be graded). 3‐ Your zip file can contain as many Matlab files as you want to submit. Also please submit the main code which TA’s should run with the name as: Project1.m (You can name the function files as you desire). Summary of what you should submit: 1‐ Runge–Kutta 4th order implementation in MATLAB. 2‐ Plot 5 particle trajectories in one graph. 3‐ Report your output (the x‐y positions of the five particles at each time step) in the form of a table with 11 columns (one for time and two for the x and y of each particle). Make sure the units are second for time and meter for the x and y. 4‐ Write a short, but yet clean and professional report describing your work. Up to 25% of your grade will be based solely on the style and formatting of your report. Use proper heading for each section of your report. Be consistent in your font size. Use Times New Roman only. Make sure that figures have proper self‐explanatory captions and are cited in the body of the report. Make sure that your figures have legends as well as x and y labels with proper and consistent fonts. Don’t forget that any number presented in the report or on the figures has to have a proper unit. Equations and pages in your report should be numbered. Embed your figures in the text. Make sure they do not have unnecessary frames around them or are not plotted on a grey background (default setting of some software programs!). inlet angle Particle trajectory i p y i 0 p x  Important Note: It is possible to solve the above ODEs using built‐in solvers such as ode45 in MATLAB, and you are encouraged to consider that for validating your MATLAB program. However, the results that you submit for this project MUST be obtained from your own implementation of the 4th order Runge‐Kutta method. You will not receive full credit if your MATALB program does not work, even if your results are absolutely correct! References: 1. http://www.airexco.net/custom‐manufacturedbr12‐inch‐pleated‐filter‐c‐108_113_114/custommadebr12‐ inch‐pleated‐filter‐p‐786.html 2. http://www.ebay.com/itm/Air‐Compressor‐Air‐Filter‐Element‐CFE‐275‐Round‐Pleated‐Filter‐ /251081172328 3. A.M. Saleh and H.V. Tafreshi, A Simple Semi‐Analytical Model for Designing Pleated Air Filters under Loading, Separation and Purification Technology 137, 94 (2014) 4. A.M. Saleh, S. Fotovati, H.V. Tafreshi, and B. Pourdeyhimi, Modeling Service Life of Pleated Filters Exposed to Poly‐Dispersed Aerosols, Powder Technology 266, 79 (2014)

No expert has answered this question yet. You can browse … Read More...
Questions: 1. Using our text or other reference, in Figure A: a. What is the melting points (in °C) for copper? 1085°C b. What is the melting points (in °C) for nickel? 1455°C c. At any temperature in the “L+SS” region, which phase (L or SS) has the highest composition of copper? The L-phase 2. The Aluminum-Silicon (Al-Si) phase diagram (Figure 9.13 in the text) is a fair approximation of the Eutectic Phase diagram shown in Figure B. a. What is the eutectic temperature for the Al-Si system? 577°C b. What is the eutectic composition for the Al-Si system? 12.6 wt % c. In general, below the eutectic temperature, what two solid phases exist? Pure silicon (β phase) and >95% pure aluminum (α phase). 3. Figure C shows a general Stress-Strain curve for a yielding material. a. What is slope 1? The elastic (or Young’s) modulus b. What is point 2? The yield strength c. What is point 3? The tensile strength d. What is point 4 compared to the strain value at failure? See notes on Figure C on following page. e. What is the physical significance of area 5? The area 5 is the “toughness”, the energy required for fracture

Questions: 1. Using our text or other reference, in Figure A: a. What is the melting points (in °C) for copper? 1085°C b. What is the melting points (in °C) for nickel? 1455°C c. At any temperature in the “L+SS” region, which phase (L or SS) has the highest composition of copper? The L-phase 2. The Aluminum-Silicon (Al-Si) phase diagram (Figure 9.13 in the text) is a fair approximation of the Eutectic Phase diagram shown in Figure B. a. What is the eutectic temperature for the Al-Si system? 577°C b. What is the eutectic composition for the Al-Si system? 12.6 wt % c. In general, below the eutectic temperature, what two solid phases exist? Pure silicon (β phase) and >95% pure aluminum (α phase). 3. Figure C shows a general Stress-Strain curve for a yielding material. a. What is slope 1? The elastic (or Young’s) modulus b. What is point 2? The yield strength c. What is point 3? The tensile strength d. What is point 4 compared to the strain value at failure? See notes on Figure C on following page. e. What is the physical significance of area 5? The area 5 is the “toughness”, the energy required for fracture

info@checkyourstudy.com Questions: 1. Using our text or other reference, in … Read More...
• Question 7 According to the text, spreadsheet packages are used by virtually every business for _______________. Answers: analysis, planning, and modeling maintaining accounting records, such as a general ledger keeping up-to-the-minute inventory records tracking human resources

• Question 7 According to the text, spreadsheet packages are used by virtually every business for _______________. Answers: analysis, planning, and modeling maintaining accounting records, such as a general ledger keeping up-to-the-minute inventory records tracking human resources

Question 7   According to the text, spreadsheet packages are … Read More...